bugbear
Established Member
It is a commonplace that thicker shavings are harder to cut with a plane; one of the commonest uses
of the depth adjuster is when the plane is too hard to push, and you back off the depth.
Now, (per other threads) it is apparent that planing is quite complex when you look into it, with interactions between edge shape, cap iron, timber grain, side conditions (the shaving's sides, that is) all playing a part.
But many of these factors can be simplified away. It's easy enough to remove the cap iron (use a single iron), simplify the edge shape (straight line), and get rid of the shavings edges by using a workpiece narrower than the blade.
Just to make sure I wasnt getting carried away with myself, I just tried planing the edge of a 3/4" workpiece with my Woden W78 rebate plane (1 1/2" blade). As predicted, increasing depth of cut (DOC) makes the plane harder to push. No surprise there.
But returning to my mathematical theme, what numeric effect does DOC have? Does doubling the DOC multiply the effort required by 1.4 (square root of two), 2, 4 (multiply by 2 twice) or even 8? 8 is not impossible - beam stiffness,for example, is known to vary with the cube of thickness.
Measuring this in a home workshop is very hard - planing force is not very constant during a stroke, so I suspect an answer to my question, if one exists, will come from a laboratory (like the UK Forest Products Research Lab or its Amrican counterpart), or a technical college.
So - does anyone know of the experiment being done, and what the result was?
BugBear
of the depth adjuster is when the plane is too hard to push, and you back off the depth.
Now, (per other threads) it is apparent that planing is quite complex when you look into it, with interactions between edge shape, cap iron, timber grain, side conditions (the shaving's sides, that is) all playing a part.
But many of these factors can be simplified away. It's easy enough to remove the cap iron (use a single iron), simplify the edge shape (straight line), and get rid of the shavings edges by using a workpiece narrower than the blade.
Just to make sure I wasnt getting carried away with myself, I just tried planing the edge of a 3/4" workpiece with my Woden W78 rebate plane (1 1/2" blade). As predicted, increasing depth of cut (DOC) makes the plane harder to push. No surprise there.
But returning to my mathematical theme, what numeric effect does DOC have? Does doubling the DOC multiply the effort required by 1.4 (square root of two), 2, 4 (multiply by 2 twice) or even 8? 8 is not impossible - beam stiffness,for example, is known to vary with the cube of thickness.
Measuring this in a home workshop is very hard - planing force is not very constant during a stroke, so I suspect an answer to my question, if one exists, will come from a laboratory (like the UK Forest Products Research Lab or its Amrican counterpart), or a technical college.
So - does anyone know of the experiment being done, and what the result was?
BugBear